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Launch Data
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Scott, Heba, Paul, Danica- Data
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Purpose
/
Materials and Procedure
/ Data and Analysis/
Sources of Error
/
Conclusion
Data
Rocket Engine
B6-4
Mass of rocket with unused B6-4 engine
0.0744kg
Mass of rocket with used B6-4 engine
0.0742kg
Time Up
4.6s
Time Down
8.7s
Angle
45
˚
Recovery System Deploys
No
Analysis
The following calculations for the data above do not take into consideration air resistance, but are theoretical.
Average mass of rocket during thrust phase = (74.4g + 74.2g)/2 = 74.3g
Altitude achieved = 50m(tan45°) = 50m
Average velocity during ascent:
vavg = Δd/Δt = 50m/4.6s ≅ 11m/s
Average velocity during descent:
vavg = Δd/Δt = 50m/8.7s ≅ 6m/s
Force of gravity on the rocket:
Fg = ma
Fg = 0.0743kg(9.8m/s2)
Fg ≅ 0.73N
Acceleration during the thrust phase (The thrust produced by a B6-4 engine is 6N):
Fnet = ma
(6 – 0.73)N= 0.0743kg(a)
a ≅ 71m/s2
Maximum velocity achieved during thrust phase, given a B6-4 engine thrusts for 0.81s:
V2 = V1 + at
V2 = 0m/s + (71m/s2)(0.81s)
V2 ≅ 58m/s …(1)
Velocity of rocket upon impact with ground, considering that the parachute did not deploy:
V2 = V1 + at
V2 = 0m/s + (9.8m/s2)(8.7s)
V2 ≅ -85m/s …(2)
From the time data and lines (1) and (2) above, a
velocity-time graph
may be drawn.
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Purpose / Materials and Procedure / Data and Analysis/ Sources of Error / Conclusion
Data
Analysis
The following calculations for the data above do not take into consideration air resistance, but are theoretical.
Average mass of rocket during thrust phase = (74.4g + 74.2g)/2 = 74.3g
Altitude achieved = 50m(tan45°) = 50m
Average velocity during ascent:
vavg = Δd/Δt = 50m/4.6s ≅ 11m/s
Average velocity during descent:
vavg = Δd/Δt = 50m/8.7s ≅ 6m/s
Force of gravity on the rocket:
Fg = ma
Fg = 0.0743kg(9.8m/s2)
Fg ≅ 0.73N
Acceleration during the thrust phase (The thrust produced by a B6-4 engine is 6N):
Fnet = ma
(6 – 0.73)N= 0.0743kg(a)
a ≅ 71m/s2
Maximum velocity achieved during thrust phase, given a B6-4 engine thrusts for 0.81s:
V2 = V1 + at
V2 = 0m/s + (71m/s2)(0.81s)
V2 ≅ 58m/s …(1)
Velocity of rocket upon impact with ground, considering that the parachute did not deploy:
V2 = V1 + at
V2 = 0m/s + (9.8m/s2)(8.7s)
V2 ≅ -85m/s …(2)
From the time data and lines (1) and (2) above, a velocity-time graph may be drawn.
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